Proof for Validity of Construction of an Angle of 60 Degrees
Trending Questions
For making an angle of 105∘, you need to construct a 60∘ angle too.
True
False
In the given figure
if ∠BAC=60∘, AB = AC, then
AB=AC
AB=BC
BC = AC
none of the above
Steps for the construction of a 30° angle.
Choose the correct order.
1: Draw a ray OA.
2: With B as centre and the same radius as before, draw another arc to cut the previous arc at C.
3: Draw the bisector OE of ∠AOD.
4: Join OC and produce it to D.
5: With O as centre and any suitable radius draw an arc above OA cutting it at a point B.
1, 2, 5, 3, 4
1, 2, 5, 4, 3
1, 5, 2, 3, 4
1, 5, 2, 4, 3
Which of the following can be constructed using the following steps?
Step1:Put the tip of the compass at point A
Step 2: Open the compass so that pencil tip is at point B.
Step 3: Draw an arc above AB.
Step 4: Without changing the opening, put the metal tip on point B and draw an arc intersecting the first arc at point C.
Step 5: Draw AC and BC.
Right angle triangle
Obtuse angle triangle
Scalene triangle
Equilateral triangle
- scalene
- equilateral
- right-angled
- isosceles
In the given figure if ∠ABC = 60∘, AB = AC, then
AB=AC
AB=BC
BC = AC
none of the above
Create an angle of 30∘by using angle bisection while also using protractor. [3 MARKS]
- scalene
- equilateral
- right-angled
- isosceles
We can use the concept of an equilateral triangle to construct a 60∘ angle.
True
False
- 105°
- 120°
- 135°
- 165°
- 60°
- 120°
- 150°
- 142.5°
For constructing an angle of 60∘, we need to draw
For constructing which among the following angles(in degrees) is a protractor not necessary?
40∘
None of these
45∘
25∘
- 120°
- 150°
- 60°
- 142.5°
Construct the angles of the following measurements:
(i) 30∘